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S4 Physics: Forces and Newton Laws Practice Paper 4

S4 Physics: Forces and Newton Laws Practice Paper 4

  • 2026-11-01

S4 Physics: Forces and Newton Laws Practice Paper 4

Paper four starts with 24 N on 4 kg and the weight of a 5 kg bag, then covers inertia, zero net force, friction, a 3 kg trolley and a lift, before joined blocks, a bullet in a barrel and the wrong divisor in a system.

Quick answer 6 m/s^2, 50 N, inertia, zero acceleration, 3 m/s^2, 3 m/s^2 giving 15 m/s and 37.5 m, 880 N, 2.5 m/s^2 with 10 N, 40 000 m/s^2 with 800 N, and divide by the total mass.

01 Paper details (check answers afterwards)

Item Detail
Questions 10 questions
Suggested time 25 minutes
Difficulty mix Foundation 4 · Intermediate 3 · Challenge 2 · Error redo 1
Chapter Chapter: S4 Physics: Forces and Newton Laws – Tutor Lesson Plan
Level S4

02 Questions (10 items)

  1. FoundationA net force of 24 N acts on a 4 kg box. Find the acceleration.
  2. FoundationWhat is the weight of a 5 kg school bag on Earth (take g as 10 N/kg)?
  3. FoundationWhy do standing passengers lean backwards when a bus suddenly pulls away?
  4. FoundationWhat can you say about an object whose net force is zero?
  5. IntermediateAn 8 kg crate is pushed with 32 N against 8 N of friction. Find the acceleration.
  6. IntermediateA 9 N force pulls a 3 kg trolley on a frictionless track from rest for 5 s. Find the acceleration, the speed at 5 s and the distance.
  7. IntermediateA lift with a passenger has a total mass of 80 kg and accelerates upwards at 1 m/s^2 (g = 10 m/s^2). Find the normal force from the floor.
  8. ChallengeA 6 kg and a 4 kg block are joined by a light string on a smooth table and 25 N pulls the 6 kg block horizontally. Find the acceleration and the tension.
  9. ChallengeA 0.02 kg bullet goes from rest to 400 m/s in a 0.01 s barrel. Find the acceleration and the average force.
  10. Error redoA student computes the acceleration of a joined 4 kg and 6 kg system under 20 N as 20 / 6 = 3.33 m/s^2. What is wrong?

03 Answers and one-line notes

# Answer One-line note
1 6 m/s^2 (24 / 4) Use F = ma, so acceleration is force over mass.
2 50 N (5 x 10) Weight is mass times g and is measured in newtons.
3 Their bodies tend to stay at rest, which is inertia Inertia is the tendency to keep the existing state of motion.
4 The acceleration is zero, so it stays at rest or moves at steady speed in a straight line Zero net force does not mean at rest; steady motion also counts.
5 3 m/s^2 ((32 – 8) / 8) Find the net force first, then divide by the mass.
6 3 m/s^2, 15 m/s and 37.5 m F = ma gives 3, then use v = at and s = half a t squared.
7 880 N (80 x (10 + 1)) Accelerating upwards needs more than the weight, so use m(g + a).
8 2.5 m/s^2 and a tension of 10 N Use the 10 kg total for a, then apply it to the 4 kg block for the tension.
9 40 000 m/s^2 and an average force of 800 N Use a = change in velocity over time, then F = ma.
10 The divisor should be the 10 kg total, giving 2 m/s^2 The whole-system method must include every mass being accelerated.

04 What to do after marking

  • After marking, redo only the wrong items and write down which step went wrong (formula, unit, or misread number).
  • Repeat the same item two days later; move to the next paper only when both attempts are correct.
  • Parents only need the answer and note columns; there is no need to explain every item.

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